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Supercoherent states and physical systems (1992)

Kostelecky, V. Alan ; Nieto, Michael Martin ; Fatyga, B. W. ; [et al.]

In: CASI

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Publication Date: 2019-06-28

Description: A method is developed for obtaining coherent states of a system admitting a supersymmetry. These states are called supercoherent states. The presented approach is based on an extension to supergroups of the usual group-theoretic approach. The example of the supersymmetric harmonic oscillator is discussed, thereby illustrating some of the attractive features of the method. Supercoherent states of an electron moving in a constant magnetic field are also described.

Keywords: THERMODYNAMICS AND STATISTICAL PHYSICS

Type: NASA. Goddard Space Flight Center, Workshop on Squeezed States and Uncertainty Relations; p 261-267

Format: application/pdf

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